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Here is the 2nd Derive project for Calc II
Projec t #2  Calc II.doc
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Here are the final review sheets
Review #1 Calc I.docx
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Review #2 Calc I.docx
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Review #3 Calc I.docx
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Review #4 Calc I.docx
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Review #5 Calc I.docx
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Review #6 Calc I.docx
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Review #7 Calc I.docx
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Project 6  Calc I.doc
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Section 1.1  testing for symmetry
Section 1.1  finding x and y intercepts
Section 1.2  pointslope formula
Section 1.2  equations of parallel and perpendicular lines
Section 1.3  domain and range 1
Section 1.3  Domain and range 2
Section 1.3  Composition of functions
Section 1.3  even and odd functions
Section 1.5  Inverse functions
Section 1.6  exponential and logarithmic functions
Section 2.2  Finding limits graphically and numerically
Section 2.3  Finding limits algebraically
Section 2.3 part 2
Section 2.3 part 3
Section 2.4  Continuity
Section 2.4  part 2
Section 2.5  Infinite Limits
Definition of a Derivative
Finding the derivative using the definition
3.2 techniques of differentiation
3.2 video #2
Product rule
Quotient rule
Chain Rule
Implicit differentiation
Implicit differentiation #2
Logarithmic Differentiation
More logarithmic differentiation examples
Related Rates
Absolute Extrema
Rolle's Theorem
Mean Value Theorem
Increasing/Decreasing and relative extrema
Increasing/Decreasing and relative extrema 2
Concave up and down
Limits at infinity
Optimization problem
L'Hospital's Rule #1
L'Hospital's Rule #2
L'Hospital's Rule #3
L'Hospital's Rule #4
Approximating area using rectangles
Area using summation formulas
Definition of the definite integral
Calculating definite integrals using Reimann Sums part I
Calculating definite integrals using Reimann Sums part II
Fundamental Theorem of Calculus
Integration by usubstitution
Integration by usubstitution with definite integrals
Differential Equations
Area under curves
Volume Disk and Washer
Arc Length
Surface area
Inverse trig functions derivatives
Integration by parts
Trig Integrals
Trig substitution
Partial Fractions
Polar Coordinates
Area under a Polar Curve
Taylor and Maclaurin series
Taylor and Maclaurin series 2
Power series
Power series 2
Absolute convergence
Alternating Series
Root Test
Ratio Test #1
Ratio Test #2
Direct comparison test (watch the first 3:05)
Direct comparison (watch the first 2:46, then 4:28 to end)
Integral test
Improper Integrals
Improper integrals 2
Infinite sequences and their limits
Infinite sequences and their limits 2
Geometric and Infinite Series
Geometric and Infinite Series 2
Geometric and Infinite Series 3
More examples for Geometric and Infinite Series
Hyperbolic Functions
Derivatives of Hyperbolic Functions
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Please answer the following question:
Here are the final review sheets
Download this project and print it 
Section 1.1  testing for symmetry
Section 1.1  finding x and y intercepts
Section 1.2  pointslope formula
Section 1.2  equations of parallel and perpendicular lines
Section 1.3  domain and range 1
Section 1.3  Domain and range 2
Section 1.3  Composition of functions
Section 1.3  even and odd functions
Section 1.5  Inverse functions
Section 1.6  exponential and logarithmic functions
Section 2.2  Finding limits graphically and numerically
Section 2.3  Finding limits algebraically
Section 2.3 part 2
Section 2.3 part 3
Section 2.4  Continuity
Section 2.4  part 2
Section 2.5  Infinite Limits
Definition of a Derivative
Finding the derivative using the definition
3.2 techniques of differentiation
3.2 video #2
Product rule
Quotient rule
Chain Rule
Implicit differentiation
Implicit differentiation #2
Logarithmic Differentiation
More logarithmic differentiation examples
Related Rates
Absolute Extrema
Rolle's Theorem
Mean Value Theorem
Increasing/Decreasing and relative extrema
Increasing/Decreasing and relative extrema 2
Concave up and down
Limits at infinity
Optimization problem
L'Hospital's Rule #1
L'Hospital's Rule #2
L'Hospital's Rule #3
L'Hospital's Rule #4
Approximating area using rectangles
Area using summation formulas
Definition of the definite integral
Calculating definite integrals using Reimann Sums part I
Calculating definite integrals using Reimann Sums part II
Fundamental Theorem of Calculus
Integration by usubstitution
Integration by usubstitution with definite integrals
Differential Equations
Area under curves
Volume Disk and Washer
Arc Length
Surface area
Inverse trig functions derivatives
Integration by parts
Trig Integrals
Trig substitution
Partial Fractions
Polar Coordinates
Area under a Polar Curve
Taylor and Maclaurin series
Taylor and Maclaurin series 2
Power series
Power series 2
Absolute convergence
Alternating Series
Root Test
Ratio Test #1
Ratio Test #2
Direct comparison test (watch the first 3:05)
Direct comparison (watch the first 2:46, then 4:28 to end)
Integral test
Improper Integrals
Improper integrals 2
Infinite sequences and their limits
Infinite sequences and their limits 2
Geometric and Infinite Series
Geometric and Infinite Series 2
Geometric and Infinite Series 3
More examples for Geometric and Infinite Series
Hyperbolic Functions
Derivatives of Hyperbolic Functions